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Unformatted text preview: ACTSC/STAT 446/846 Midterm #1 Winter 2008 (Version A  Section 3) Department of Statistics and Actuarial Science, University of Waterloo February, 2008 Name: Section: ( Please write your UWID number on the back of this page only. ) Duration: 50 minutes There are six questions for a total value of 40 points. 2 of 10 Please write your ID here: Total: /40 (You can use this page for additional space if required) 3 of 10 1. [total= 4 points] Suppose S t denotes the price of the stock at time t . Let r be the con tinuously compounded riskfree interest rate. Today, S = $45. Assume that there are no dividends. (a) [1pt] Express the forward price F for a forward contract with maturity T years as a function of the parameters of the problem: (b) [3pts] A forward contract with the obligation to buy at maturity T the stock at the forward price F (calculated in a)) is available on the market at a premium 7$ at 0 < t < T . Give an expression of the stock price at time t . 4 of 10 2. [Total=8 points] Consider a binomial tree with u = 1 . 1, d = 0 . 9, timesteps of size 3 months, an initial stock price S = 100, and a riskfree rate of 5% (annual rate, continu...
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This note was uploaded on 01/16/2011 for the course ACTSC actsc 446 taught by Professor Idk.. during the Spring '09 term at Waterloo.
 Spring '09
 idk..

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